{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Examples for the Interface Mesh Generator in 2D\n",
    "\n",
    "We provide several examples on using `interfacemesh` to generate an interface-fitted mmesh satisfying the maximum angle condition in two dimensions. We refer to [a simple interface mesh generator](interfacemeshdoc.html) for detailed explanation of the algorithm and `help interfacemesh` for input and output arguments."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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Ny/ciJ/nK6w27nf6LNNHz2wWLrdN/YV5Mlt/E1/mPie6Nkq1/Soky5c11HgxDKpRzeFko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\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "%% circle\n",
    "box = [ -1, 1, -1, 1];\n",
    "h = 0.1;\n",
    "phi = @(p) sum(p.^2, 2) - 0.5.^2;\n",
    "[node,elem,interface] = interfacemesh(box,phi,h);\n",
    "showmesh(node,elem);\n",
    "findedge(node,interface.edge,'all','noindex','draw');"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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8HosaOyPMNcANnsrMDgPgAgAA3uH/17j7GBKXMwCAZ/h1jwFe59/vV6alw0GS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\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "%% flower\n",
    "[node,elem,interface] = interfacemesh(box,@phiflower,h);\n",
    "showmesh(node,elem);\n",
    "findedge(node,interface.edge,'all','noindex','draw');"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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V4kyeytagc3N3lgRyvvGWr166r4+vX/en56lkgAHwDvi900yyoOZ/upjz9+RT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      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "%% heart\n",
    "[node,elem,interface] = interfacemesh(box,@phiheart,0.5*h);\n",
    "showmesh(node,elem);\n",
    "findedge(node,interface.edge,'all','noindex','draw');"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Matlab",
   "language": "matlab",
   "name": "matlab"
  },
  "language_info": {
   "codemirror_mode": "octave",
   "file_extension": ".m",
   "help_links": [
    {
     "text": "MetaKernel Magics",
     "url": "https://github.com/calysto/metakernel/blob/master/metakernel/magics/README.md"
    }
   ],
   "mimetype": "text/x-matlab",
   "name": "matlab",
   "version": "0.14.3"
  },
  "toc": {
   "colors": {
    "hover_highlight": "#DAA520",
    "navigate_num": "#000000",
    "navigate_text": "#333333",
    "running_highlight": "#FF0000",
    "selected_highlight": "#FFD700",
    "sidebar_border": "#EEEEEE",
    "wrapper_background": "#FFFFFF"
   },
   "moveMenuLeft": true,
   "nav_menu": {
    "height": "30px",
    "width": "252px"
   },
   "navigate_menu": true,
   "number_sections": true,
   "sideBar": true,
   "threshold": 4,
   "toc_cell": false,
   "toc_section_display": "block",
   "toc_window_display": true,
   "widenNotebook": false
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
